Abstract
In the theory of meromorphic functions, it is important to investigate the properties of covering surfaces generated by their inverse functions. For this purpose, the study of properties of a non-compact region of a Riemann surface is useful.
Publisher
Cambridge University Press (CUP)
Reference10 articles.
1. On the behaviour of analytic functions on abstract Riemann surfaces;Kuramochi;Osaka Math. J,1955
2. Relations between harmonic dimensions
3. On the examples in the classification of open Riemann surfaces (I);Tòki;Osaka Math. J,1953
4. On the Lindelof Principle
5. On Analytic Functions on Some Riemann Surfaces
Cited by
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1. Boundary theorems for analytic mappings;Complex Variables, Theory and Application: An International Journal;1984-01
2. Note sur L’ensemble D’Adhérence Fine des Fonctions Algébroïdes;Nagoya Mathematical Journal;1968-06
3. Analytic Functions on Some Riemann Surfaces, II;Nagoya Mathematical Journal;1963-12